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High-resolution simulations of unstable cylindrical gravity currents undergoing wandering and splitting motions in a rotating system

机译:高分辨率模拟在旋转系统中经历徘徊和分裂运动的不稳定圆柱重力电流

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摘要

High-resolution simulations of unstable cylindrical gravity currents when wandering and splitting motions occur in a rotating system are reported. In this study, our attention is focused on the situation of unstable rotating cylindrical gravity currents when the ratio of Coriolis to inertia forces is larger, namely, 0.5 = C = 2.0, in comparison to the stable ones when C = 0.3 as investigated previously by the authors. The simulations reproduce the major features of the unstable rotating cylindrical gravity currents observed in the laboratory, i.e., vortex-wandering or vortex-splitting following the contraction-relaxation motion, and good agreement is found when compared with the experimental results on the outrush radius of the advancing front and on the number of bulges. Furthermore, the simulations provide energy budget information which could not be attained in the laboratory. After the heavy fluid is released, the heavy fluid collapses and a contraction-relaxation motion is at work for approximately 2 3 revolutions of the system. During the contraction-relaxation motion of the heavy fluid, the unstable rotating cylindrical gravity currents behave similar to the stable ones. Towards the end of the contraction-relaxation motion, the dissipation rate in the system reaches a local minimum and a quasi-geostrophic equilibrium state is reached. After the quasi-geostrophic equilibrium state, vortex-wandering or vortex-splitting may occur depending on the ratio of Coriolis to inertia forces. The vortex-splitting process begins with non-axisymmetric bulges and, as the bulges grow, the kinetic energy increases at the expense of decreasing potential energy in the system. The completion of vortex-splitting is accompanied by a local maximum of dissipation rate and a local maximum of kinetic energy in the system. A striking feature of the unstable rotating cylindrical gravity currents is the persistent upwelling and downwelling motions, which are observed for both
机译:报道了在旋转系统中发生漫步和分裂运动时不稳定的圆柱形重力电流的高分辨率模拟。在这项研究中,当Coriolis与惯性力的比例较大时,我们的注意力集中在不稳定的旋转圆柱重力电流的情况下,即0.5℃,与C&的稳定值相比,0.5℃。 = 0.3以前由作者调查。仿真再现在实验室中观察到的不稳定旋转圆柱重力电流的主要特征,即在收缩弛豫运动之后,涡流徘徊或涡旋分裂,与越野半径的实验结果相比,发现良好的一致性前进和凸起的数量。此外,模拟提供了在实验室中无法获得的能量预算信息。在释放重型流体之后,重液塌陷和收缩弛豫运动在工作中为约2 3个旋转。在重型流体的收缩弛豫运动期间,不稳定的旋转圆柱形重力电流行为类似于稳定的圆柱形重力电流。在收缩弛豫运动结束时,系统中的耗散速率达到局部最小值,并且达到了准滴性平衡状态。在准出色的平衡状态下,取决于科里奥利对惯性力的比例可能发生涡旋徘徊或涡旋分裂。涡流分裂过程以非轴对称凸起开始,并且随着凸起的生长,动能以减少系统中的潜在能量来增加。涡旋分裂的完成伴随着系统中的局部耗散速率和局部最大值的最大值。不稳定的旋转圆柱形重力电流的引人注目是持续的升高和贫困运动,这两者都观察到

著录项

  • 来源
    《Physics of fluids》 |2018年第2期|共14页
  • 作者

    Dai Albert; Wu Ching-Sen;

  • 作者单位

    Natl Taiwan Univ Dept Engn Sci &

    Ocean Engn Taipei Taiwan;

    Natl Ilan Univ Dept Civil Engn Yilan Taiwan;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 流体力学;
  • 关键词

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